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Molecular clock dating of the 13 matrices relied on BEAST version 1.7.5 [ 29], with strict and relaxed clock models applied to each matrix.

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The proposed frame constructions, which are based on signature matrices, rely on the solution of a structured inverse eigenvalue problem.

Firstly, we get the optimal orthogonal analog and digital beamforming matrices relying on the channel's path gain in absolute value by taking into account that the AAR matrices are asymptotically unitary.

The evaluation of nuclear waste matrices relies on numerous conditions regarding the physico-chemical properties of the selected materials, such as resistance against oxidation or aqueous corrosion, stability in a radioactive environment, and ability to confine radioactive elements.

However, the metasemantic theory used to construct the relevant 2D matrices relies on unsystematic norms of charitable interpretation to identify the precise contents of particular attitudes and attitude reports (Stalnaker 1999b, 18 19).[24] The semantic vs. metasemantic distinction was first drawn by Kaplan (1989b, 573-6).

For example, if the transfer of system matrices rely on file input/output between these software, the overhead associated with this data transfer becomes quite significant for large systems.

Molecular clock dating of the hummingbird matrix relied on BEAST with the same basic strategy as used for the plant dating.

The Optimal Experiment Design (OED) methodology for parameter estimation (based on the Fisher information matrix) relies on a set of nominal parameters.

In addition, each cell in the matrix relies on three possible states for the horizontal and vertical deltas { −1, 0, and +1} and on two states for the diagonal deltas {0 and 1}.

This last issue was not unexpected since the Barell matrix relies on a full 5-digit ICD-9-CM code and some of the codes were limited to 4 digits.

( mathbf{B}left {theta}_0^{prime}right)in {mathrm{mathbb{C}}}^{N_atimes left({N}_a-1right)} ) refers to the blocking matrix relying on the assumed DOA of the desired signal which has the property denoted as ( mathbf{B}left {theta}_0^{prime}right){mathbf{a}}_{a,0}left {theta}_0^{prime}right)=mathtt{0} ).

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